Focused on special parallelogram properties

[marble tangle]

I don’t know how to solve for the rest of variables, NO ANSWERS pls, help

[next hill]

if LS and QN are parallel, we can find that angle SLR and angle QNR are equal? next, using the same property, angle LSR and angle NQS are equal. since we already know that lines LS and QN are equal, we get triangle congruence by ASA. this proves that 4x = y?

since u know what W is, plug that in for LP and NP and solve for y and x by finding the hypotenuse

[next hill]

I forgot to answer for Z but since we know that angles M and P are 90 degree, L and N also = 90 degree and all 4 sides of the large shape are equal, leading us to find that it is a square. Since their diogonals are equal, MP = LN, (qr = rs and MQ = sp)

[marble tangle]

How would you know that angle l and n are 90 degrees? I know they would add up to 180 though

[next hill]

well you already have 2 90 degree angles, so the other 2 have to also be 90. I don't think you can twist them in any other way unless we start talking about shapes that arn't quadrilaterals all together.

[fossil folio]

If ur doubt is solved do mark the form solved

[marble tangle]

How do I do it? I am sorry 😭